Quantitative Geography today
Murray (2010)
(Spatial) methods that can be/have been applied to human and physical geography problems and issues. Broad categories:
- Geographic Information Systems (GISs)
- Airborne sensing
- Statistics and exploratory spatial data analysis (ESDA)
- Mathematics and optimization
- Regional analysis
- Computer science and simulation
GIS example: cycling tracking
- Acquisition: collection of GPS traces (smartphone)
- Management: phone storage, transfer over server, orderly inserted into database
- Manipulation: transform traces (points) into an actual route (lines)
- Analysis: calculate distance, speed, climb, etc.
- Display: present information in an intuitive and efficient way
Other day-to-day examples of GIS?
Airborne sensing
“Geospatial sensing technologies that can be utilized for data collection and/or creation”
- Global position system (GPS)
- Photogrammetry
- Remote sensing
Share:
- (Not only) from geographers: engineering, geodetic and computer sciences
- Focus on data collection
- Importance of sensors (IoT)
- Need for techniques to derive spatial information from raw measurements
Airborne sensing
Global Positioning System
Systems (satellites, base stations and individual receivers) that enable determining position and time
Photogrammetry
- Capture, analysis and interpretation of aerial photographs that represent spatial information
- Camera on balloons, planes, helicopters, drones…
Remote sensing
- Hardware, software and techniques for semiautomated spatial data collection
- Detect electromagnetic radiation using microwave sensors
- Allows for collection of land cover, land uses, vegetation type…
Airborne sensing (source: WikiPedia)
Airborne sensing (source: WikiPedia)
Mathematics and optimization
Algebra, geometry, calculus are at the core of much of Quantitative Geography.
Prominent Examples
- Spatial interaction models (trade, commuting, etc.)
- Spatial optimization (real world examples?)
- Network analysis (spatial networks: rivers, streets, the internet…)
Mathematics and optimization (source: Ed Manley)
Statistics and ESDA*
ESDA: Exploratory Spatial Data Analysis
- One of the most extensive areas of Quantitative Geography
- Builds on non-spatial statistics, but incorporates space explicitly in that framework
- Main areas:
- Surveying and sampling
- Point pattern analysis
- Spatial autocorrelation
- Spatial statistics (regression, interpolation…)
- Exploratory Spatial Data Analysis (ESDA) and interactive data exploration
Statistics and ESDA (source: WikiPedia)*
Regional analysis*
- Techniques to support the understanding of urban and regional economies in a quantitative manner
- Obtain insights about:
- Industry interactions
- Impacts on sectors of the economy and their channels
- Regional interdependencies
- Intimately connected to economic geography, Regional Science and economics
Computer science and simulation*
- Traditionally “the playground of non-geographers”
- Recently, a much more balanced two-way relationship
- Using computating technology to create spatial knowledge
- Huge potential in taking advantage of future computing advances, distributed networks and parallel processing (hardware and software advances)
- Increasing in relevance as datasets grow and problems becomes more computational